Barren areas with extremely low drainage density are known as badlands
Indicate whether the statement is true or false
F
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The causes of mortality differ greatly between developing and developed countries. In developing countries, a high proportion of mortality is caused by
A) infectious disease; while in the developed world, most deaths are related to crime. B) poor nutrition; while in the developed world, infectious disease causes most deaths. C) wars and accidents; while in the developed world, most deaths are related to infectious disease. D) infectious disease; while in the developed world, most deaths are related to aging and diseases connected to voluntary behaviors such as smoking and diet.
Horsts and grabens are bounded by ________
A) normal faults B) reverse faults C) thrust faults D) strike-slip faults
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
Was this mountain building process an Andean type mountain building event, a collisional event, or both; and what might have been subducted to produce the over-thickened oceanic crust that drove the orogeny?
What will be an ideal response?